Our search has the following Google-type functionality:
If you use '+' at the start of a word, that word will be present in the search results.
eg. Harry +Potter
Search results will contain 'Potter'.
If you use '-' at the start of a word, that word will be absent in the search results.
eg. Harry -Potter
Search results will not contain 'Potter'.
If you use 'AND' between 2 words, then both those words will be present in the search results.
eg. Harry AND Potter
Search results will contain both 'Harry' and 'Potter'.
NOTE: AND will only work with single words not phrases.
If you use 'OR' between 2 single words, then either or both of those words will be present in the search results.
eg. 'Harry OR Potter'
Search results will contain just 'Harry', or just 'Potter', or both 'Harry' and 'Potter'.
NOTE: OR will only work with single words not phrases.
If you use 'NOT' before a word, that word will be absent in the search results. (This is the same as using the minus symbol).
eg. 'Harry NOT Potter'
Search results will not contain 'Potter'.
NOTE: NOT will only work with single words not phrases.
If you use double quotation marks around words, those words will be present in that order.
eg. "Harry Potter"
Search results will contain 'Harry Potter', but not 'Potter Harry'.
NOTE: "" cannot be combined with AND, OR & NOT searches.
If you use '*' in a word, it performs a wildcard search, as it signifies any number of characters. (Searches cannot start with a wildcard).
Search results will contain words starting with 'Pot' and ending in 'er', such as 'Potter'.
Philip Ording is professor of mathematics at Sarah Lawrence College. He is the coeditor of Simplicity: Ideals of Practice in Mathematics and the Arts.
Showing us the astonishing variety of ways the same mathematical facts can be justified, Ording notes the influence of Queneau's Exercises in Style, but perhaps Wallace Stevens's 'Thirteen Ways of Looking at a Blackbird' casts its shadow, too. In each proof, thought takes flight and veers in different directions, bringing back spiral snail shells, polygonal berries, and elliptical seeds to the same stable nest: proofs, like blackbirds, are omnivores! --Emily Grosholz, Pennsylvania State University Ording takes a central idea of mathematics--that there are many ways to write a proof and illustrate a theorem's main point--and weaves it into a story with deep history and flavor. I love this book. It has the unique effect of making you feel like you are getting smarter the more you read. --Raffi Grinberg, author of The Real Analysis Lifesaver: All the Tools You Need to Understand Proofs To the outsider, mathematics seems like a matter of pure logic and skill, an endeavor to be evaluated along a single axis of excellence. But in this adventurous, elegant book, Ording shows to what extent mathematics is also a question of style. And mathematical style, like all style, cannot be placed on a simple gradient. Its terrain needs to be mapped, and in Ording it has found an exquisite cartographer. --Sina Najafi, editor in chief of Cabinet magazine A charming and indeed stylish feat of metamathematical storytelling, rich in history and wit. --Siobhan Roberts, author of Genius at Play: The Curious Mind of John Horton Conway A savant, exhilarating inquiry into the deep roots connecting mathematics to language, belief to persuasion, and truth to style. Philip Ording has one problem, 99 answers, and a world's worth of ways to carve up reality. --Daniel Levin Becker, author of Many Subtle Channels: In Praise of Potential Literature Fun, funny, and unexpectedly deep, Philip Ording's Oulipian expedition through the far reaches of mathematical style shows there's more than one way to skin a cubic equation. --Jordan Ellenberg, author of How Not to Be Wrong: The Power of Mathematical Thinking According to Moli re there are many ways to declare love. It could be 'Belle Marquise, vos beaux yeux me font mourir d'amour, ' or 'D'amour mourir me font, belle Marquise, vos beaux yeux, ' or 'Vos yeux beaux d'amour me font, belle Marquise, mourir.' Moli re only lists five variations and skips the 115 remaining possibilities. Philip Ording proposes a poetic transposition of mathematics. Starting with an easy theorem from high school, he offers 99 variations on the same theme, 99 different proofs of the same fact, 99 love declarations to mathematics. -- tienne Ghys, CNRS - cole normale sup rieure de Lyon